**Römerstr.
164, 53117 Bonn, Telefon: +49 228 73 4304**

e-mail addresses
(sorry about the inconvenience but the address is subdivided for avoiding the
robots producing spam):

kounchev at the following addresses:

math.uni-duisburg.de

gmx.de

math.bas.bg

e-math.ams.org

cs.wisc.edu

**Project Coordination:**

**Director of Astroinformatics
Project with Bulgarian NSF**

**Director of Digitization Project with Serbian
Academy of Sciences, jointly with**
Institute
of Astronomy, Bulgarian Academy of Sciences

**Seminar
“Signal Analysis and Mathematical Finance”**

* * Presentations available online:

**1. ****Krasimir**** Milanov (FinAnalytica Ltd.), Advanced
Numerical Methods for Financial Problems. Pricing of Derivatives, lecture
delivered on September 28, 2006**

**2. ****Prof. Racho
Denchev (Faculty of Mathematics and Informatics, **

* *

**Past
conferences organized:**

NATO Programme
Security through Science, Advanced Research Workshop “Scientific Support
for Decision Making in the Security Sector, October 21-25, 2006,

Workshop
on "Multiscale Approximations (wavelets, splines, RBF) and applications to Signal and Image
Processing" within the Sendov Conference on Approximation theory in **Sergei**** Mikhailovich
Nikolskii. **

** **

PLEASE SUBMIT ERRATA TO THE MONOGRAPH "Multivariate Polysplines" (form prepared by Damyan Kalaglarski).

Alexander von Humboldt Foundation – Research Grants, 1992-1994;
2002; 2009-2010

Fulbright Commission – Senior Scholar Grant, 2000-2001

National
High School of Mathematics and Science "Acad. Liubomir Tchakalov"; see photo and short biography of
L. Chakalov.

2002/2003/2004/2005/2006:
Visiting

with the Volkswagen Foundation (Hannover) – Department of Mathematics,

- Time Series Analysis, Multivariate Series Analysis, new methods based on Spline and Wavelet Analysis; Applications to Mathematical Finance;
- Partial Differential Equations,
Potential Theory and Applications to Inverse problems in Geophysics and
Geomagnetism;
- Applications of solutions of
higher order elliptic equations (in particular polyharmonic
and polyanalytic functions) to Multivariate
Constructive Theory of Functions – Approximation Theory, Spline Theory, Moment Problems and
Orthogonality;
- Applications of solutions of
higher order elliptic equations Computer Aided Geometric Design -
applications of polysplines to design of
automobile, aircraft fuselage, turbine, etc. surfaces;
- Harmonic Analysis and
especially Wavelet Analysis;
- Multivariate orthogonality,
Padé
approximations with applications to Inverse Problems in Spectral Theory,
and Operators in Hilbert space with infinite multiplicity, in particular Schroedinger operators;
- Elliptic BVP in domains with
singularities;

Some past projects:

**Might be very useful:**

Last update: October 1,
2009.